1. Continuum Naturalness
- Author
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Csáki, Csaba, Lee, Gabriel, Lee, Seung J., Lombardo, Salvator, and Telem, Ofri
- Subjects
High Energy Physics - Phenomenology - Abstract
We present a novel class of composite Higgs models in which the top and gauge partners responsible for cutting off the Higgs quadratic divergences form a continuum. The continuum states are characterized by their spectral densities, which should have a finite gap for realistic models. We present a concrete example based on a warped extra dimension with a linear dilaton, where this finite gap appears naturally. We derive the spectral densities in this model and calculate the full Higgs potential for a phenomenologically viable benchmark point, with percent level tuning. The continuum top and gauge partners in this model evade all resonance searches at the LHC and yield qualitatively different collider signals.
- Published
- 2018
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